@keyframes rwdcur101304 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAALoUlEQVRogdWZW2wc133Gv3NmZmd3drl3LpciowtNiZKpRhJNXSjbslW4RdM4TfvQC4IWaIPCAdQARdGHPgZ6MAL0giANXNRAH/qSArFaoIULB66TwpVdWykvlsT1iiI3lHZJ7/2+O/c55/RBJCNbtkzKotR+wAA7Z2Z2vt85/3PO/8wBNnTz5s1v3rhxQ8P/M9HNH4SQE8Fg8NW1tbXnb9265X+cpnaiLQDGWB7AGUVRLiqKciGfz48JIR6jte1pC4BzvuB5Xt3zvGcA/AmAPysUCs9kMpnQ47P3+doCoJSuuq67ZNs29TxvjDH2TcbYd3w+329kMpm9r732Gr3fHz0ubZkKh8NVIcRNz/PAGINt25plWS8wxr4vhPjT8fHxw/8X+wa5+ySbzR6llF6TZZkCgGEYIIRACOEBuEop/QvLsi5PT097j8Xtp+hjYWEYRgHAVc45F0JAlmVstIjMGJvyPO9HAL73xhtvJB+P3Xv1MYDXX3+9D+A6IcTbBAAAxhgYY9R13SSA308kEpfm5uaef/R27xX5ZEE2m/02pfQ7hJAkAHieB9M0wRi7+zbHcZzM8vLyv6yurv7Tyy+/fPsR+b1H0icLLly44KOUngUwDACUUnDO4bouOOfYmBskIcSw4zgT5XL58NTUlHfs2LHC/Py8+4j9fyqAQymdBHBicyKjlIIxtgWxCUIICfd6vYlqtTpmWVZ0ZmameuDAgVY2m31kM+A9AIODg8bRo0eHAHzt7pmYEALHcT7WEpRSSJJEG43GaL1en+r3+/GBgQHv6aefbszOzpqPAuCePgAAS0tLZ4UQbzHGPpbc2baNdrsNzvlWmed5uHXrFq5cuYJiseipqno9GAz+MBQK/Uev11u+dOmSs5sA97QAAFy4cEEH8GtCiLQQYgtyc1i1bRtCiM0wgqqqEEKgWq3SSqUybNv207FYbHR4eLi+f//+5uLiovVIAV555RXzpZdeOgzgOABls1wIAVVVoev6Xf2BgVIJfr8fnHMYhoFOp+NLJBJPJpPJs4FAgE1MHKscPHhAz2az7NPe99ABAOAb3/i9cSHwy7Isq5+8pvr9aHc64IyBcQ4uOBRFQSQcgSzLsCwL3W4XqVQqPjQ0dN7RO4e8nll8auZ07YMPPnioIfWZAFNTxyOmZf7WwEBY25zQth6SJBBC4fR7cIW406k5ICsy4vE4gloQ7U4bS0tLyFy7JqV7uUMRyflqT/jDJ2dmlhYWFrq7DrB37z7eajX/0B8IDMRiURBCt+JeCAGuhXGZjMHHbAzYHbiCQ4g7Q244HEYsFoPjONANA/mewHJD1/qWfRog56ZOnSkcmfj6Wjb7X184pD4TYH5+vn3qzKmnKuXSLyWTKYRCv1gWEBAIQnGJJPBqcT8spDDiM6HZLTgcEBDQAhri8TgopejpOjzmodfX6RG5OTTtM7/GFX10/Ph05vr1651dAQCAMzOnZ65dzZwKhTQ6MjIKSbpzu4AAB8ENS8OsHMBqlWK2FoMTSCLtM6HabbgCUBQZ0WgUWiAAwzDg2A7WOg5dbDiBkmFPcs7OnTx5Uh8dHV3O5XIP1Br3BZg5c3Li57nbZziYFonEkEgktq4JCBSZindNPzzZhd62kKt6uCrHgEgCQ0KH4vQBScZAKITwwAA810NPN6BbJnq9vrKXmOkZrfu88EfGD02evLmYXWw8VIAXX/wKLRTWzzSbrRFCBNLpYWiatpkPoSsU/LjlA5EZ4Blw6z10HAcre5O4pg3B7ykYpCZk14YvoCESCYNSCsMwYNsWBmDQZt8OZmr6Id01f+Xk6VPe0cmjV3eSitwXYHLyyz5d16d7vd6k57mQFR9SqdRGms0hqIxLdR+I4wAKg3D6EMUanFITHYdhRYviuhVCVJKQ8DEEBEcwHIGqqrAsC+WuibWujbZu+Xq6NbjHbM+MhZSjwYNPLv18ebn+hQGeffZZ27KMEdu2f7XZbIF5LmLxOGLRGCihUBUZ//gRhfAcENcGIS5IvwPUW+D1Ouz1ItrVJpbLfXxYs5GMRTCoyQj5fdBCITgeQ1c3YVo2zg+55FTaDRYa3YOZYvcrExNHAhMThzKrq6v2AwO8//777nPPPSMbhvFHzWYLjHMMhEJIpVJQVRWMSvjnEuA6NohjgYODKAB6JmA7IHoXoteC2e+g3e1ipdLCRx2GwXgC6XAQA0E/CKGwLAvrLROZuodcy1E6hp3s9vTjQyr98tC+g7fX1vLFBwIAgOnpUx1Jpt9u1ts+zhlCoRCSySQi0Sg4lfB2zUPTsCBcGxAuSCoIkoiDNCnAPcCzAceAsPswjT6qnQ5WynW0TYGRVArpeBiKTNExHdS6Jvq2h98Zk/Hbh9TgSJg98UHZOrtv3z71+IkTN1dWVu7JqT4XYG5uznnu2XNfP6JUR7JVGwMhDZFIBMPpYRBJwnzDRb5rgjg2iHBBBoPQDo/gqaEgphMyzh9J4tyRvZjaN4yDQ1FEVQmaTwYIRVm30IeKkXQasXAQnmPDskzkWy7mKw4WSqZc6+ipXl+fdhznxPj4eHFsbKyYz+e30mH5fuY3xLnnLofDkePM6fja7Q7K5Qps24bq8yEtO4BlQLg2iEohOEFS9eFFO4PLP34N61RAIQQKpaBUYAiAAAGlBJRK8Dk+WH0JwvUwNJSG53lo1BvomneWE0QCJZSk+v3+rwshjmqa9ucA/n0nACASeedDY+AFn09JVys1NPc0YBg6VC2IPQoHjD7AXQiqglgEvys7qPzkTVz/n/8GIQSEEFBCQSkBoQSUUhBKQQmFJFGAUBDyi6VJQAsgoAUAoE4IyQG4zBibp5TmOOe5u71tC0BS5GUuy2VF9adbrRZa7RZa7TaisQSGVQJYPYB7IBLBZIBiJPMz/OWbb8L1PFBCN0wLEEFABQUVAOEClApwIUApQCmxNswuc85nhRBXXNddBdB2HMdZX1/3APCNY2cAut4tBgWpPzNCkeEM/V4PpWIZ+/buwx6/DzB0AAwSlXDKaWLhnbfu1DqlW8fmOSEEkiRxSqlDCHmPELLAmDfLOZkDsJ7L5TZN8vu72gHAyMhYIcWrb1Vy2gtNQ4XqM1GpFNHr9zEUT98JIbgYD0hIlW7iZ8tZuK67kXYTUEo5IcQihGQopf/GOX/XNM25UqlkbOf9Xxjg4sWL1h9/61uFtZYCm0rwDAO1Wh3NRgNaOAHJ7EOCi72eD065iPzaOiRJ2qx9g3P+17qu/7DRaOSwzZrdrrb9xblaKq3Go1FE/RIc00Kj0UStVoPr2hhRBVTbwLmxJFaWP4SzUfuU0j4h5O8ppd9tNBrLD9v8jgCeeOKJ64Tg9h8clBDgDmq1Gmq1GmzTQNpPcH40Ceg1XMvcgCRJkCTJIIT8K+f8lXw+/2gX9Z+mbrdL9+8ZOu/1OoeurPfguh4SiShGR78Ey3awZ0DB7HvvoNVuQZIkC8BPOed/UygUFnfLPLCDFshms17Hst//aZUYm2N7q9VGo17H2cP7YbcqqDfqmyPM2wC+m8/nr+ye9TvaVifeEBeCX1UJaZ+MCI2PHkAwFkexVEQkGkW5XIJuGJxSepkxdnF1dXXXzQM7AwBTkD0xHL2dbPb2uF/ag8STU5idm4UW8OP27VsghGSEEN8nhCzsluFPakf7Xj7uK1SFtHzV8+PDYh2RSAScMczNzcM0zTqAH7RarZ/kcrld/Zx4t7bdiQEgm82KyWPHY3NLud/8qFjGjWwGhmmi0WjCcZyXLct6tVgsfuHJaSfaUQgBQKlUWRqMxvFVtY+aW8N7/aTHGPuHZrP5t7VabdeGy8/SjrdOS6VS4fThvYX9g2G83ZQdRZHf6HQ6P6jVav3dMPh52jHAyspKsWLYV//ulo5QajBnmtZfFQqF7G6Y244eaPO63Gy9YxLaDgYD31tcXHz3YZvaiR4IQAiyEI/H/lMI+t7DNrRTPRCAzxfIqKr2o0qlkvv8u3dX/wsZHf9+aPyY/wAAAABJRU5ErkJggg==) 2 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
}
div.testarea{
animation:rwdcur101304 0.26666666666667s linear infinite forwards;
}
